A differential equation model is formulated that describes the dynamics of glucose concentration in blood circulation. The model accounts for the intake of food, expenditure of calories and the control of glucose levels by insulin and glucagon. These and other hormones affect the blood glucose level in various ways. In this study only main effects are taken into consideration. Moreover, by making a quasi-steady state approximation the model is reduced to a single nonlinear differential equation of which parameters are fit to data from healthy subjects. Feedback provided by insulin plays a key role in the control of the blood glucose level. Reduced β-cell function and insulin resistance may hamper this process. With the present model it is s...
With the rapid increase of diabetes mellitus cases in the world, management and control of the disea...
Current insulin therapy for patients with type 1 diabetes often results in high variability in blood...
Restricted until 27 Mar. 2010.In this computational study, we develop two nonlinear control algorith...
A differential equation model is formulated that describes the dynamics of glucose concentration in ...
A differential equation model is formulated that describes the dynamics of glucose concentration in ...
A differential equation model is formulated that describes the dynamics of glucose concentration in ...
Bio-Medical Instrumentation is an expanding and demanding area in which many fields are available to...
Bio-Medical Instrumentation is an expanding and demanding area in which many fields are available to...
Mathematical models based on advanced differential equations are utilized to analyze the effect of i...
The feedback loops between glucose and insulin have as fundamental a role in diabetes as do the regu...
We survey blood glucose control schemes for insulin-dependent diabetes therapies and systems. These ...
The development of new control models for T1DM to represent more accurately the plasma glucose-insul...
The development of new control models for T1DM to represent more accurately the plasma glucose-insul...
The development of new control models for T1DM to represent more accurately the plasma glucose-insul...
The mathematical modelling of biological systems has historically followed one of two approaches: co...
With the rapid increase of diabetes mellitus cases in the world, management and control of the disea...
Current insulin therapy for patients with type 1 diabetes often results in high variability in blood...
Restricted until 27 Mar. 2010.In this computational study, we develop two nonlinear control algorith...
A differential equation model is formulated that describes the dynamics of glucose concentration in ...
A differential equation model is formulated that describes the dynamics of glucose concentration in ...
A differential equation model is formulated that describes the dynamics of glucose concentration in ...
Bio-Medical Instrumentation is an expanding and demanding area in which many fields are available to...
Bio-Medical Instrumentation is an expanding and demanding area in which many fields are available to...
Mathematical models based on advanced differential equations are utilized to analyze the effect of i...
The feedback loops between glucose and insulin have as fundamental a role in diabetes as do the regu...
We survey blood glucose control schemes for insulin-dependent diabetes therapies and systems. These ...
The development of new control models for T1DM to represent more accurately the plasma glucose-insul...
The development of new control models for T1DM to represent more accurately the plasma glucose-insul...
The development of new control models for T1DM to represent more accurately the plasma glucose-insul...
The mathematical modelling of biological systems has historically followed one of two approaches: co...
With the rapid increase of diabetes mellitus cases in the world, management and control of the disea...
Current insulin therapy for patients with type 1 diabetes often results in high variability in blood...
Restricted until 27 Mar. 2010.In this computational study, we develop two nonlinear control algorith...